Answer:
Green skills also known as skills for sustainability are the combination of knowledge, values, attitudes, technical skills required in order to promote sustainable societies and economies as well as to protect the environment in daily endeavors including industrial, business and communal activities to meet environmental regulations and reduce the impact of climate change
Explanation:
The development of alternative wind, water, and solar power supply to support fossil fuel based power generation is shaping the energy economy dynamics in developing countries that have lower penetration of commercial electricity and had to make use of environmentally unfriendly and expensive power generating sets with limited power supply duration
Green kills has improved power penetration to very remote locations in such economies as well as promoted the attainment of sustainable development goals.
b. A masher
c. A peeler
d. A curler
yes that's right its a curler just took the test.
Which key(s) does she use to start her presentation?
Answer:
Slide show view and F5
Explanation:
Answer:
Which view does Isabela use to give her presentation?
Answer: ✔ Slide Show view
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Which key(s) does she use to start her presentation?
Answer: ✔ F5
Explanation:
*
* *
* * *
* * * *
* * * * *
* * * * * *
* * * * * * *
* * * * * * * *
* * * * * * * * *
Hint: You will need to create a variable that controls how far the * is from edge of the console. That variable should change size each iteration through the outer loop!
public class JavaApplication82 {
public static void main(String[] args) {
for (int i = 1; i <= 9; i++){
for (int w = 0; w < i; w++){
System.out.print("*");
}
System.out.println("");
}
}
}
This works for me.
Answer:
To show that (A, *) is a group, we need to verify four conditions: closure, associativity, identity, and inverses.
1. Closure: For any x, y in A, x * y = (x ⋅ y) mod 24. Since the product of any two elements in A is also in A, closure is satisfied.
2. Associativity: The binary operator * is associative if (x * y) * z = x * (y * z) for all x, y, z in A. Since multiplication and modulo operations are associative, the binary operator * is also associative.
3. Identity: An identity element e in A should satisfy x * e = e * x = x for all x in A. Let's check each element in A:
1 * 1 = (1 ⋅ 1) mod 24 = 1 mod 24 = 1 (not the identity)
5 * 5 = (5 ⋅ 5) mod 24 = 25 mod 24 = 1 (not the identity)
7 * 7 = (7 ⋅ 7) mod 24 = 49 mod 24 = 1 (not the identity)
11 * 11 = (11 ⋅ 11) mod 24 = 121 mod 24 = 1 (not the identity)
None of the elements in A satisfy the condition for an identity element, so (A, *) does not have an identity element.
4. Inverses: For each element x in A, there should exist an element y in A such that x * y = y * x = e, where e is the identity element. Since (A, *) does not have an identity element, it also does not have inverses.
Therefore, (A, *) does not form a group.
For exercise 4:
a. To prove that A has a subgroup of order 2, we need to find two elements in A whose binary operation results in the identity element (which we determined does not exist). Therefore, A does not have a subgroup of order 2.
b. To prove that A has a subgroup of order 3, we need to find three elements in A whose binary operation results in the identity element (which we determined does not exist). Therefore, A does not have a subgroup of order 3.
A.
share derivatives of the images on identical terms
B.
acknowledge the sources of the images
C.
use the images for noncommercial purposes
D.
use the images in their original form, without modification
Answer:
B. Acknowledge the sources of the images